{
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"
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    "#### 研究背景:\n",
    "对于英语背单词，背诵量少的情况下，总是“背的不考，考的没背”。\n",
    "#### 研究问题:\n",
    "如何把有限的时间和精力放在刀刃上？原则上词频高到低背诵,以及先背常常是文章关键词的单词。\n",
    "#### 总览：\n",
    "![image.png](attachment:image.png)\n",
    "#### 下面为具体分析："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 200,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " section i use of english directions read the following text choose the best word for each numbered blank and mark or on the answer sheet points today we live in a world where gps systems digital maps and other navigation apps are available on our smart phones i of us just walk straight into the woods without a phone but phones on batteries and batteries can die faster than we realize you get lost without a phone or a compass and you cant find north a few tricks to help you navigate to civilization one of which is to follow the land when you find yourself well a trail but not in a completely area you have to answer two questions which is downhill in this particular area and where is the nearest water source humans overwhelmingly live in valleys and on supplies of fresh water if you head downhill and follow any h you find you should see signs of people if you explored the area before keep an eye out for familiar sights you may be how quickly identifying a distinctive rock or tree can restore your bearings another climb high and look for signs of human habitation even in dense fores you should be able to gaps in the tree line due to roads train tracks and other paths people carve the woods head toward these to find a way out at might can the horizon for light sources such as fires and streetlights then walk toward the glow of light pollution assuming you re lost in an area humans tend to frequent look for the we leave on the landscape trail blazes tire tracks and other features can you to civilization some most few all put take run come since if though until formally relatively gradually literally back next around away onto off across alone unattractive uncrowded unchanged unfamiliar site point way place so yet instead besides immediately intentionally unexpectedly eventually surprised annoyed frightened confused problem option view result above all in contrast on average for example bridge avoid spot separate form through beyond under posts links shades breaks artificial mysterious hidden limited finally consequently incidentally generally memories marks notes belongings restrict adopt lead expose section ii reading comprehension part directions read the following four texts answer the questions each text by choosing or mark your answers on the answer sheet points text financial regulators in britain have imposed a rather unusual rule on the bosses of big banks starting next year any guaranteed bonus of top executives could be delayed o years if their banks are under investigation for wrongdoing the main purpose of this clawback rule is to hold bankers accountable for harmful risk taking and to restore public trust in financial institution yet officials also hope for a much larger benefit more long term decision making not only by banks but by all corporations to build a stronger economy for future generations short termism or the desire for quick profits has worsened in publicly traded companies says the bank of england s top economist andrew haldane he quotes a gaint of classical economics alfred marshall in describing this financial impatience as acting like children who pick the plums out of their pudding to eat them at once rather than putting them aside to be eaten last the average time for holding a stock in both the united states and britain he notes has dropped from seven years to seven months in recent decades transient investors who demand high quarterly profits from companies can hinder a firms efforts to invest in lone term research or to build up customer loyalty this has been dubbed quarterly capitalism in addition new digital technologies have allowed more rapid trading of equities quicker use of information and thus shorters attention spans in financial markets there seems to be a predominance of short term thinking at the expense of long term investing said commissioner daniel gallagher of the us securities and exchange commission in a speech this week in the us the sarbanes oxley acl of has pushed most public companies to defer performance bonuses for senior executives by about a year slightly helping reduce short termism in its latest survey of ceo pay the wall street journal finds that a substantial part of executive pay is now tied to performance much more could be done to encourage long termism such as changes in the tax code and quicker disclosure of stock acquisitions in france shareholders who hold onto a company investment for at least two years can sometimes can more voting rights in a company within companies the right compensation design can provide incentives for executives to think beyond their own time at the company and on behalf of all stakeholders britain new rule is a reminder to bankers that society has an interest in their performance not just for the short term but for the long term according to paragraph one motive in imposing the new rule is the enhance bankers sense of responsibility help corporations achieve larger profits build a new system of financial regulation guarantee the bonuses of top executives alfred marshall is quoted to indicate the conditions for generating quick profits governments impatience in decision making the solid structure of publicly traded companies short termism in economic activities it is argued that the influence of transient investment on public companies can be indited adverse minimal temporary the us and france examples and used to illustrate the obstacles to preventing short termism the significance or long term thinking the approaches to promoting long termism the prevalence of short term thinking which of the following would be the best title for the text failure of quarterly capitalism patience as a corporate virtue decisiveness required of top executives frustration of risk taking bankers text grade inflation the gradual increase in average gpas grade point averages over the past few decades is often considered a product of a consumer era in higher education in which students are treated like customers to be pleased but another related force a policy often buried deep in course catalogs called grade forgiveness is helping raise gpas grade forgiveness allows students to retake a course in which they received a low grade and the most recent grade or the highest grade is the only one that counts in calculating a student s overall gpa the use of this little known practice has accelerated in recent years as colleges continue to do their utmost to keep students in school and paying tuition and improve their gradation rates when this practice fir started decades ago it was usually limited to freshmen to give them a second chance to take a class in their first year if they struggled in their transition to college level courses but now most colleges save for many selective campuses allow all undergraduates and even graduate students to get their low grades forgiven college officials tend to emphasize that the goal of grade forgiveness is less about the grade itself and more about encouraging students to retake courses critical to their degree program and gradation without incurring a big penalty untimely said jack mine ohio state university s registrar we see students achieve more success because they retake a course and do better in subsequent contents or master the content that allows them to graduate on time that said there is a way in which grade forgiveness satisfies colleges own needs as well for public institutions state finds are sometimes tied partly to their success on metrics such as graduation rates and student retention so better grades can by boosting figures like those mean more money and anything that raises gpas will likely make students who at the end of the day are paying the bill feel they gotten a better value for their tuition dollars which is another big concern for colleges indeed grade forgiveness is just another way that universities are responding to consumers expectations for higher education since students and parents expect a college degree to lead to a job it is in the best interest of a school to tum out gradates who are as qualified as possible or at least appear to be on this students and colleges incentives seem to be aligned what is commonly regarded as the cause of grade inflation the change of course catalogs students indifference to gpas colleges neglect of gpas the influence of consumer culture what was the original purpose of grade forgiveness to help freshmen adapt to college learning to maintain colleges graduation rates to prepare graduates for a challenging future to increase universities income from tuition according to paragraph grade forgiveness enables colleges obtain more financial support boost their student enrollments improve their teaching quality meet local governments needs what does the phrase to be aligned line para most probably mean to counterbalance each other to complement each other to be identical with each other to be contradictory to each other the author examines the practice of grade forgiveness by assessing its feasibility analyzing the causes behind it comparing different views on it listing its long run effects text this year marks exactly two centuries since the publication of frankenstein or the modem prometheus by mary shelley even before the invention of the electric light bulb the author produced a remarkable work of speculative fiction that would foreshadow many chical questions to be raised by technologies yet to come today the rapid growth of artificial intelligence an raises fundamental questions what is intelligence identity or consciousness what makes humans humans what is being called artificial general intelligence machines that would imitate the way humans think continues to evade scientists yet humans remain fascinated by the idea of robots that would look move and respond like humans similar to those recently depicted on popular sci fi tv series such as westworld and humans just how people think is still far too complex to be understood let alone reproduced says david eagleman a stanford university neuroscientist we are just in a situation where there are no good theories explaining what consciousness actually is and how you could ever build a machine to get there but that doesn t mean crucial ethical issues involving al aren t at hand the coming use of autonomous vehicles for example poses thorny ethical questions human drivers sometime make split second decisions their reactions may be a complex combination of instant reflexes input from past driving experiences and what their eyes and ears tell them in that moment ai vision today is not nearly as sophisticated as that of humans and to anticipate every imaginable driving situation is a difficult programming problem whenever decisions are based on masses of data you quickly get into a lot of ethical questions notes tan kiat how chief executive of a singapore based agency that is helping the government develop a voluntary code for the ethical use of al along with singapore other governments and mega corporations are beginning to establish their own guidelines britain is setting up a data ethics center india released its al ethics strategy this spring on june google pledged not to design or deploy ar that would cause overall harm or to develop al directed weapons or use al for surveillance that would violate international norms it also pledged not to deploy ai whose use would violate international laws or human rights while the statement is vague it represents one starting point so does the idea that decisions made by al systems should be explainable transparent and fair to put it another way how can we make sure that the thinking of intelligent machines reflects humanity highest values only then will they be useful servants and not frankenstein out of control monster mary shelley novel frankenstein is mentioned because fascinates al scientists all over the world has remained popular for as long as years involves some concerns raised by al today has sparked serious ethical controversies in david eagleman s opinion our current knowledge of consciousness helps explain artificial intelligence can be misleading to robot making inspires popular sci fi tv series is too limited for us to reproduce it the solution to the ethical issues brought by autonomous vehicles can hardly ever be found is still beyond our capacity causes little public concern has aroused much curiosity the authors attitude toward google pledges is one of affirmation skepticism contempt respect which of the following would be the best title for the text al future in the hands of tech giants frankenstein the novel predicting the age of the conscience of al complex but inevitable ai shall be killers once out of control text states will be able to force more people to pay sales tax when they make online purchases under a supreme court decision thursday that will leave shoppers with lighter wallets but is a big financial win for states the supreme courts opinion thursday overruled a pair of decades old decisions that states said cost them billions of dollars in lost revenue annually the decisions made it more difficult for states to collect sales tax on certain online purchases the cases the court overturned said that if a business was shipping a customers purchase to a state where the business didn have a physical presence such as a warehouse or office the business did t have to collect sales tax for the state customers were generally responsible for paying the sales tax to the state themselves if they weren charged it but most didn realize they owed it and few paid justice anthony kennedy wrote that the previous decisions were flawed each year the physical presence rule becomes further removed from economic reality and results in significant revenue losses to the states he wrote in an opinion joined by four other justices kennedy wrote that the rule limited states ability to seek long term prosperity and has prevented market participants from competing on an even playing field the ruling is a victory for big chains with a presence in many states since they usually collect sales tax on online purchases already now rivals will be charging sales tax where they hadn t before big chains have been collecting sales tax nationwide because they typically have physical stores in whatever state a purchase is being shipped to amazon com with its network of warehouses also collects sales tax in every state that charges it though third party sellers who use the site don t have to until now many sellers that have a physical presence in only a single state or a few states have been able to avoid charging sales taxes when they ship to addresses outside those states sellers that use ebay and etsy which provide platforms for smaller sellers also hat collecting sales tax nationwide under the ruling thursday states can pass laws out state sellers to collect the state s sales tax from customers and send it to the stale retail trade groups praised the ruling saying it levels the playing field for local and online businesses the losers said retail analyst neil saunders are online only retailers especially smaller ones those retailers may face headaches complying with various state sales tax laws the small business entrepreneurship council advocacy group said in a statement small businesses and internet entrepreneurs are not well served at all by this decision the supreme court decision thursday will dette business relations with states put most online business in a dilemma make more online shoppers pay sules tax force some sates to ct sales tax it can be learned from paragraph and that the overruled decisions have led to the domainance of e commerce have cost consumers a lot over the years were widely criticized by online purchase were consider unfavorable by states according to justice anthony kennedy the physical presence rule has hindered economic development brought prosperity to the country harmed fair market competition boosted growth in states revenue who are most likely to welcome the supreme court ruling internet entrepreneurs big chair owners third party sellers small retailers in dealing with the supreme court decision thursday the author gives a factual account of it and discusses its consequences describes the long and complicated process of its making presents its main points with conflicting views on them cities some saces related to it and analyzes their implications part directions the following paragraphs are given in a wrong order for questions you are required to reorganize these paragraphs into a coherent article by choosing from the list g and filling then into the numbered boxes paragraphs and f have been correctly placed mark your answers on answer sheet points these tools can help you win every argument not in the unhelpful sense of beating your opponents but in the better sense of learning about the issues that divide people learning why they disagree with us and learning to talk and work together with them if we readjust our view of arguments from a verbal fight or tennis game to a reasoned exchange through which we all gain mutual respect and understanding then we change the very nature of what it means to win an argument of course many discussions are not so successful still we need to be careful not to accuse opponents of bad arguments too quickly we need to lean how to evaluate them properly large part of evaluation is calling out bad arguments but we also need to admit good arguments by opponents and to apply the same critical standards to ourselves humility requires you to recognize weakness in your own arguments and sometimes also to accept reasons on the opposite side none of these will be easy but you can start even if others refuse to next time you state your position formulate an argument for what you claim and honestly ask yourself whether your argument is any good next time you talk with someone who takes a stand ask them to give you a reason for their view spell out their argument fully and charitably assess its strength impartially raise objections and listen carefully to their replies carnegie would be right if arguments were fights which is how we often think of them like physical tights verbal fights can leave both sides bloodied even when you win you end up no better off your prospects would be almost as dismal if arguments were even just competitions like say tennis games pairs of opponents hit the ball back and forth until one winner emerges from all who entered everybody else loses this kind of thinking is why so many people try to avoid arguments especially about politics and religion e in his work how to win friends and influence people dale carnegie wrote there is only one way to get the best of an argument and that is to avoid it this aversion to arguments is common but it depends on a mistaken view of arguments that causes profound problems for our personal and social lives and in many ways misses the point of arguing in the first place f these views of arguments also undermine reason if you see a conversation as a fight or competition you can win by cheating as long as you don go caught you will be happy to convince people with bad arguments you can call their views stupid or joke about how ignorant they are none of these tricks will help you understand them their positions or the issues that divide you but they can help you win in one way g there is a better way to win arguments imagine that you favor increasing the minimum wage in our state and i do not if you yell yes and i yell no neither of us learns anything we neither understand nor respect each other and we have no basis for compromise or cooperation in contrast suppose you give a reasonable argument that full time workers should not have to live in poverty then i counter with another reasonable argument that a higher minimum wage will force businesses to employ fewer people for less time now we can understand each other s positions and recognize our shared values since we both care about needy workers f part directions read the following text carefully and then translate the underlined segments into chinese your translation should be written neatly on the answer sheet points it was only after i started to write a weekly column about the medical journals and beg read scientific papers from beginning to end that i realized just how bad much of the medical literature frequency was i came to recognize various sins of a bad paper the kind of paper that purports to show that people who est more than one kilo of broccoli a week were times more likely than those who eat less to suffer late in life from pernicious anaemia there is a great deal of this kind of nonsense in the medical journals which when taken up by broadcasters and the lay press generate both health scores and short lived dietary enthusiasms why is so much bad science published recent paper titled the natural selection of bad science published on the royal society open science website attempts to answer this intriguing and important question it says that the problem is not merely than people do bad science but than out current system of career advancement positively encourages it what is important is not truth but inflationary process at work nowadays anyone applying for a research post has to have published twice the number of papers than would have been required for the same post only years ago never mind the quality then count the number attempts have been made to curd this tendency for example by trying to incorporate some measure of quality as well as quantity into the assessment of an applicant papers this is the famed citation index that is to say the number of times a paper has been quoted else where in the scientific literature the assumption being that an important paper will be cited more often than one of small account this would be reasonable if it were not for the fact that scientist can easily arrange to cite themselves in their future publicat or get associates to do so for them in return for similar favours boiling down an individual output to simple metrics such as number of publications or journal impacts entails considerable saving in time energy and ambiguity unfortunate the long term costs of using simple quantitative metrics to assess researcher merit are likely to be quite great if we are serious about ensuring that our science is both meaningful and reproducible we must ensure that our institutions encourage that king of science section iii writing part directions suppose you are working for the aiding rural primary school project of your university write an email to answer the inquiry from an international student volunteer specifying the details of the project you should write about words on the answer sheet do not use your own name in the email use li ming instead points part directions write an essay of words based on the picture below in your essay you should describe the picture briefly interpret the implied meaning and give your comments write your answer on the answer sheet points \n"
     ]
    }
   ],
   "source": [
    "import re\n",
    "import string \n",
    "import collections\n",
    "from matplotlib import pyplot as plt\n",
    "from wordcloud import WordCloud\n",
    "\n",
    "# 数据读入\n",
    "with open('2019.txt', encoding='utf-8') as f:\n",
    "    data = original_data = f.read()\n",
    "# 数据清洗\n",
    "data = re.sub('(’[st]|\\(s\\)|(`t))',' ',data)         #去除名词所有格后面’s和(s)\n",
    "data = re.sub('([^\\x00-\\xff](re|ve)?)',' ',data)      #去除双字节字符\n",
    "data = re.sub('(\\[[A-D]\\])',' ',data)                 #去除[A],[B],[C],[D]\n",
    "data = re.sub(f'([{string.punctuation}\\n])',' ',data) #去除标点及换行\n",
    "data = re.sub('( ?\\d\\d*)',' ',data)                   #去除数字\n",
    "data = re.sub('( [A-D] )', ' ', data)                 #去除单独的A,B,C,D\n",
    "data = re.sub('( [A-D] )', ' ', data)                 #需执行2次\n",
    "data = data.replace('lO',' ').replace('__',' ')       #替换\n",
    "data = re.sub('(  +)', ' ', data)                     #将多空格替换为单空格\n",
    "data = data.lower()                                   #单词全部转换为小写\n",
    "print(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 209,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "30"
      ]
     },
     "execution_count": 209,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 可视化-词云图:看看大体讲什么？\n",
    "wordcloud = WordCloud(min_font_size=8,max_words=30).generate(original_data)\n",
    "plt.figure(figsize=(10, 4))\n",
    "plt.imshow(wordcloud, interpolation='bilinear')\n",
    "plt.axis(\"off\")\n",
    "len(wordcloud.words_)"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**结果摘要**：从上看出文章主要谈论这些点：学生，各州，销售税，AI   \n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['section', 'i', 'use', 'of', 'english', 'directions', 'read', 'the', 'following', 'text']\n"
     ]
    }
   ],
   "source": [
    "# 分词\n",
    "data_seg = data.split()\n",
    "print(data_seg[:10]) #随便看看分词是否OK"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 201,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1 the 172\n",
      "2 to 137\n",
      "3 of 107\n",
      "4 a 86\n",
      "5 and 78\n",
      "6 in 74\n",
      "7 for 51\n",
      "8 is 50\n",
      "9 that 46\n",
      "10 you 39\n",
      "11 be 35\n",
      "12 on 29\n",
      "13 or 25\n",
      "14 it 25\n",
      "15 their 24\n",
      "16 can 23\n",
      "17 as 23\n",
      "18 are 21\n",
      "19 by 21\n",
      "20 we 19\n",
      "21 have 18\n",
      "22 this 18\n",
      "23 but 17\n",
      "24 not 17\n",
      "25 if 15\n",
      "26 an 15\n",
      "27 grade 15\n",
      "28 they 15\n",
      "29 your 14\n",
      "30 more 14\n",
      "31 states 14\n",
      "32 from 14\n",
      "33 tax 14\n",
      "34 with 14\n",
      "35 has 13\n",
      "36 them 13\n",
      "37 state 13\n",
      "38 sales 13\n",
      "39 arguments 13\n",
      "40 which 12\n",
      "41 long 12\n",
      "42 would 12\n",
      "43 use 11\n",
      "44 answer 11\n",
      "45 other 11\n",
      "46 people 11\n",
      "47 who 11\n",
      "48 will 11\n",
      "49 what 11\n",
      "50 one 10\n",
      "51 out 10\n",
      "52 how 10\n",
      "53 at 10\n",
      "54 term 10\n",
      "55 about 10\n",
      "56 students 10\n",
      "57 al 10\n",
      "58 text 9\n",
      "59 each 9\n",
      "60 our 9\n",
      "61 humans 9\n",
      "62 way 9\n",
      "63 all 9\n",
      "64 its 9\n",
      "65 i 8\n",
      "66 than 8\n",
      "67 most 8\n",
      "68 only 8\n",
      "69 short 8\n",
      "70 time 8\n",
      "71 forgiveness 8\n",
      "72 colleges 8\n",
      "73 online 8\n",
      "74 win 8\n",
      "75 were 8\n",
      "76 argument 8\n",
      "77 bad 8\n",
      "78 points 7\n",
      "79 us 7\n",
      "80 just 7\n",
      "81 questions 7\n",
      "82 should 7\n",
      "83 even 7\n",
      "84 then 7\n",
      "85 so 7\n",
      "86 part 7\n",
      "87 financial 7\n",
      "88 rule 7\n",
      "89 big 7\n",
      "90 years 7\n",
      "91 also 7\n",
      "92 been 7\n",
      "93 there 7\n",
      "94 said 7\n",
      "95 many 7\n",
      "96 decisions 7\n",
      "97 directions 6\n",
      "98 following 6\n",
      "99 sheet 6\n",
      "100 where 6\n",
      "101 into 6\n",
      "102 get 6\n",
      "103 help 6\n",
      "104 when 6\n",
      "105 another 6\n",
      "106 these 6\n",
      "107 such 6\n",
      "108 decision 6\n",
      "109 termism 6\n",
      "110 companies 6\n",
      "111 s 6\n",
      "112 like 6\n",
      "113 do 6\n",
      "114 better 6\n",
      "115 ethical 6\n",
      "116 business 6\n",
      "117 physical 6\n",
      "118 sellers 6\n",
      "119 science 6\n",
      "120 best 5\n",
      "121 few 5\n",
      "122 some 5\n",
      "123 since 5\n",
      "124 year 5\n",
      "125 executives 5\n",
      "126 public 5\n",
      "127 much 5\n",
      "128 both 5\n",
      "129 thinking 5\n",
      "130 now 5\n",
      "131 own 5\n",
      "132 gpas 5\n",
      "133 course 5\n",
      "134 was 5\n",
      "135 those 5\n",
      "136 make 5\n",
      "137 t 5\n",
      "138 supreme 5\n",
      "139 court 5\n",
      "140 thursday 5\n",
      "141 presence 5\n",
      "142 write 5\n",
      "143 paper 5\n",
      "144 read 4\n",
      "145 today 4\n",
      "146 find 4\n",
      "147 well 4\n",
      "148 area 4\n",
      "149 next 4\n",
      "150 point 4\n",
      "151 yet 4\n",
      "152 view 4\n",
      "153 avoid 4\n",
      "154 under 4\n",
      "155 artificial 4\n",
      "156 limited 4\n",
      "157 britain 4\n",
      "158 top 4\n",
      "159 bankers 4\n",
      "160 making 4\n",
      "161 build 4\n",
      "162 future 4\n",
      "163 profits 4\n",
      "164 recent 4\n",
      "165 decades 4\n",
      "166 up 4\n",
      "167 new 4\n",
      "168 pay 4\n",
      "169 think 4\n",
      "170 often 4\n",
      "171 customers 4\n",
      "172 force 4\n",
      "173 student 4\n",
      "174 give 4\n",
      "175 college 4\n",
      "176 likely 4\n",
      "177 learning 4\n",
      "178 views 4\n",
      "179 frankenstein 4\n",
      "180 work 4\n",
      "181 intelligence 4\n",
      "182 no 4\n",
      "183 issues 4\n",
      "184 collect 4\n",
      "185 wrote 4\n",
      "186 ruling 4\n",
      "187 small 4\n",
      "188 opponents 4\n",
      "189 number 4\n",
      "190 section 3\n",
      "191 mark 3\n",
      "192 live 3\n",
      "193 without 3\n",
      "194 lost 3\n",
      "195 two 3\n",
      "196 any 3\n",
      "197 see 3\n",
      "198 before 3\n",
      "199 may 3\n",
      "200 quickly 3\n",
      "201 look 3\n",
      "202 human 3\n",
      "203 able 3\n",
      "204 toward 3\n",
      "205 light 3\n",
      "206 leave 3\n",
      "207 put 3\n",
      "208 until 3\n",
      "209 problem 3\n",
      "210 average 3\n",
      "211 example 3\n",
      "212 beyond 3\n",
      "213 notes 3\n",
      "214 banks 3\n",
      "215 could 3\n",
      "216 corporations 3\n",
      "217 says 3\n",
      "218 he 3\n",
      "219 quarterly 3\n",
      "220 performance 3\n",
      "221 helping 3\n",
      "222 company 3\n",
      "223 sometimes 3\n",
      "224 according 3\n",
      "225 paragraph 3\n",
      "226 sense 3\n",
      "227 governments 3\n",
      "228 economic 3\n",
      "229 influence 3\n",
      "230 required 3\n",
      "231 over 3\n",
      "232 higher 3\n",
      "233 retake 3\n",
      "234 practice 3\n",
      "235 school 3\n",
      "236 paying 3\n",
      "237 tuition 3\n",
      "238 rates 3\n",
      "239 less 3\n",
      "240 university 3\n",
      "241 because 3\n",
      "242 metrics 3\n",
      "243 mean 3\n",
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     ]
    }
   ],
   "source": [
    "#词频统计\n",
    "data_cnt = sorted(dict(collections.Counter(data_seg)).items(), key=lambda d:d[1], reverse=True)\n",
    "data_keys   = [item[0] for item in data_cnt]\n",
    "data_values = [item[1] for item in data_cnt]\n",
    "# 单词 词频\n",
    "index = 1\n",
    "for it in data_cnt:\n",
    "    print(index,it[0],it[1])\n",
    "    index = index + 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 156,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "文章总词数：3893\n",
      "文章单词量：1364\n",
      "单词量/总词数：35.0%\n",
      "词频前10占文章：22.0% --> ['the', 'to', 'of', 'a', 'and', 'in', 'for', 'is', 'that', 'you']\n",
      "词频前100占文章：48.0%\n"
     ]
    }
   ],
   "source": [
    "# 词频简要分析\n",
    "print(f'文章总词数：{len(data_seg)}')\n",
    "print(f'文章单词量：{len(data_values)}')\n",
    "print(f'单词量/总词数：{round(len(data_values)/len(data_seg),2)*100}%')\n",
    "print(f'词频前10占文章：{str(round(sum(data_values[:10])/sum(data_values),2)*100)}% --> {data_keys[:10]}')\n",
    "print(f'词频前100占文章：{str(round(sum(data_values[:100])/sum(data_values),2)*100)}%')\n",
    "# print('\\n\\n',data_keys)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**结果摘要(重要)**：  \n",
    "**[1].**如上词频统计，对于总词数3893文章，单词量1364；  \n",
    "**[2].**词频前10个单词居然占到总数的22%，并且还是the to ..is 这些学再渣都熟记于心的词；  \n",
    "**[3].**词频前100个接近占文章一半！也就是说，对于3893词数的英文文件，只需背诵100个单词即可认识文件一半的单词。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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SpOLaPsA9M2fVvy8FLu1jlv3aXYMkSdJQ4UlWJUmSCjJ8SZIkFWT4kiRJKsjwJUmSVJDhS5IkqSDDlyRJUkGGL0mSpIIMX5IkSQUZviRJkgoyfEmSJBVk+JIkSSrI8CVJklSQ4UuSJKkgw5ckSVJBhi9JkqSCDF+SJEkFjex0AWqf6VdNb3mbS05e0vI2JUnalrjnS5IkqSDDlyRJUkGGL0mSpIIMX5IkSQUZviRJkgoyfEmSJBXU1vAVEeMjYmHD/SsiYlFEnLupaZIkScNV28JXRIwFrgJ2qO+fCHRl5sHAXhExra9p7apHkiRpKGjnnq+1wBxgZX1/FnBDffsW4JCNTHuViJgbEd0R0d3T09PGciVJktqvbeErM1dm5nMNk3YAnqxv/w4Yv5Fpze3Mz8wZmTlj3Lhx7SpXkiSpiJID7p8Htq9v71j33dc0SZKkYatk2LmXVw4r7g8s3cg0SZKkYWujF9aOiACOzMzbImJ3YEzDw2uBXwHvy8xLB9jXd4CFdVtvBWYC2cc0SZKkYWuj4av2QeA24JPAMw3TnwJ2AR7vr4PMnFX/XhkRs4A3A5/pHQ/W1zRJkqThaqOHHTMzgd+PiDcBLwKfAnYFVlGFr4WZOX9zOsvMZzLzhsxcvqlpkiRJw1V/e74COADYk2pg/JXAdsB04NSIeCAzl7W1QkmSpGFkU2O+RgC/ycyL6/Fff081RiuAXwLvBa4Aji5RqCRJ0nCwqcOO64CTI+KSzPw8MA24Gngd8J3M/CUwr0iVkiRJw0R/p5p4G/CmiHhPPe/ewH3A7RFxaGYuaneBkiRJw0l/4esl4DzgBWBdPe0/qb4F+YmI2OCM9JIkSdq4/sLX48D7gFOAUcBo4G+BxcCngQ+3tTpJkqRhpr9vO24HnF/fnggsA3qA/YBfA99sX2mSJEnDT3/h61+pBtlD9S3HPRseOxHoBn7chrokSZKGpf7C1y+BO6mC1yP1/COoDkGuAY5ra3WSJEnDTH/hC2AnqvB1PdWergD+LDPfAFzWxtokSZKGnYGEr/Uy8yyAiHhje8rR1uihffZteZv7PvxQy9uUJGko6C98ddXzJPCLiLiBas/XdhGxW2Y+3e4CJUmShpP+wtc5wJNU19m+uXdiRPw9MKadhUmSJA1Hm7q2407Ae4BrgL0jYj9gbf3wvsCNEXFYZj7f/jIlSZKGh03t+ZoB3JmZ90XEacBVDY/dQXWurzGA4UuSJGmANhq+MvOOhru3ZeZPmmbx/F6SJEmbqb/LCwGQmTe0uxBJkqRtwYDClyRJklrD8CVJklTQZp1kVeqkS95/R/8zbYbTLzuipe1JkjQQxcJXRPwdMKe+uwtwL/Bm4LF62hmZuaRUPZIkSZ1QLHxl5qXApQARcTFwNfB0Zp5dqgZJkqROKz7mKyImAuOpziM2OyLujogrIsJDoJIkadjrxID706n2gN0DHJWZBwGjgGP7mjki5kZEd0R09/T0FCxTkiSp9YrubYqIEcDhwEeB0Zm5qn6oG5jW13Mycz4wH2DGjBlZok5tuz47Z3bL2/zQ17/b8jYlSVuv0nu+DgXuyswEro6I/SOiCzgeWFy4FkmSpOJKj7M6Grizvn0ecC0QwE2ZeVvhWiRJkoorGr4y8yMNtx+guji3JEnSNsMz3EuSJBVk+JIkSSrI8CVJklSQ4UuSJKkgw5ckSVJBhi9JkqSCDF+SJEkFGb4kSZIKMnxJkiQVZPiSJEkqyPAlSZJUkOFLkiSpIMOXJElSQYYvSZKkggxfkiRJBRm+JEmSCjJ8SZIkFWT4kiRJKsjwJUmSVJDhS5IkqSDDlyRJUkGGL0mSpIIMX5IkSQUVC18RMTIinoiIBfXP9Ii4IiIWRcS5peqQJEnqpJEF+9oPuC4zzwaIiBOBrsw8OCK+HBHTMvMXBeuROmbZOQtb2t6kCw5taXuSpPYpGb5mArMj4nBgCbAKuKF+7BbgEGCD8BURc4G5AJMnTy5TqTQMzJs3b6toU5K2NSXHfN0DHJWZBwGjgLcCT9aP/Q4Y39eTMnN+Zs7IzBnjxo0rU6kkSVKblAxf92fmU/XtbmA3YPv6/o6Fa5EkSeqIkoHn6ojYPyK6gOOB06kONQLsDywtWIskSVJHlBzzdR5wLRDATcB3gIURsTvVIciZBWuRJEnqiGLhKzMfoPrG43oRMQt4M/CZzHyuVC2SWuf2O/ZueZtHHvFoy9uUpKGi5J6vDWTmM7zyjUdJkqRhz0HukiRJBRm+JEmSCjJ8SZIkFWT4kiRJKsjwJUmSVJDhS5IkqaCOnmpCkgZqwg/va2l7yw9/Y0vbk6SBcs+XJElSQYYvSZKkggxfkiRJBRm+JEmSCnLAvSTVppzzvZa3ufSC41repqStm3u+JEmSCjJ8SZIkFWT4kiRJKsjwJUmSVJDhS5IkqSDDlyRJUkGeakKSSpu3c4vbe6617UlqK/d8SZIkFWT4kiRJKqjYYceI2Bm4HugCXgDmAL8EHqtnOSMzl5SqR5IkqRNK7vl6F/DPmfkWYDlwDnBdZs6qfwxekiRp2Cu25yszv9BwdxzwK2B2RBwOLAHel5lrmp8XEXOBuQCTJ08uUaokDQvTr5re0vaWnLzh/8gP7bNvS/sA2Pfhh1repjSUFP+2Y0QcDIwFbgW+kplPRcRXgWOBm5rnz8z5wHyAGTNmZMlaJUlDwyXvv6Ol7Z1+2REtbU/aHEXDV0S8DrgY+HNgeWauqh/qBqaVrEWSJKkTSg64Hw18A/hwZj4eETdExCeBB4DjgfNL1SJJUrPPzpnd8jY/9PXvbjBt2TkLW97PpAsObXmbap+SA+5PBQ4APhoRC4D/BK4G7gMWZeZtBWuRJEnqiJID7i8FLm2a/I+l+pckaVsyb968trd3+x17t7QPgCOPeLTlbQ41nmRVkiSpIK/tKEmShrQJP7yvpe0tP/yNLW1vc7nnS5IkqSDDlyRJUkGGL0mSpIIMX5IkSQUZviRJkgoyfEmSJBVk+JIkSSrI8CVJklSQ4UuSJKkgw5ckSVJBhi9JkqSCDF+SJEkFGb4kSZIKMnxJkiQVZPiSJEkqyPAlSZJUkOFLkiSpIMOXJElSQYYvSZKkggxfkiRJBXU8fEXEFRGxKCLO7XQtkiRJ7dbR8BURJwJdmXkwsFdETOtkPZIkSe0Wmdm5ziM+D3w/M/89Ik4Cts/MrzTNMxeYW9/9A+CRwmVuzG7A0/Yz5PoYbv24LNt2Py7Ltt3PcFqWUv2UWpaB2iMzxzVPHNmJShrsADxZ3/4dcEDzDJk5H5hfsqiBiIjuzJxhP0Orj+HWj8uybffjsmzb/QynZSnVT6llGaxOj/l6Hti+vr0jna9HkiSprToddu4FDqlv7w8s7VwpkiRJ7dfpw47fARZGxO7AW4GZHa5nc5Q6FDqc+hlOy1KqH5dl2+7HZdm2+xlOy1KqnyE3TKkvHR1wDxARY4E3A3dm5vKOFiNJktRmHQ9fkiRJ25JOj/mSJEnaphi++hERb4yIN9a350XErFL9lRQRO0fEHRGxICJOKN1/u7XqvYuIz7WgnL7aLf76t3pZtnRb6dQ6vzlKbPvDUfM6tqXv9WA+h9u1zWrT3GY2rdMD7rcGvR8U9w3T/nrtD/w0M73M0yZk5gfb1HTx178Ny7Kl626n1nm1WR/rWPF1pI3brLTFHPO1CRHxKaB3L8STwEJgFHAosBNwDLAS+Crwe8CSzDy9hf0dC1wJ7A4sA07JzNVb2n5DP9s1tXs3cAqwC9XpPt6RmT2D7aehvx2Bb1KdVPeXmXlKq9sEHmfD92YV8A2gCwhgXmYuGGS/CzJzVn17XnOfW/KlkYj4AK9+/ecAn6PpfY+IBcA9wH6ZefRglqOPZdme6rXaCVhBtQ6s2Yy2BrKtPE/TetD8vMw8coD9/SPwUGZeX78P/133sf41Az4CLMjMBRHxNwCZeeVAl6mpv3lUJ4HeGXgKeBdwGfAGoAeYk5lrt6Ttpn6at83HgWSQ61g/fZwC3EIL162GvhrXsS19rwf1OdxYQ+99BrisETGG6rWaBDwLvBO4gVevw/Oa69nS96iPz7XTGMR2uam269oX0PBaRMRraN3fs3m8epu5FRiXmRfU2+OEzLxgS9uv++im+ju5hCqgf43qhO2Drr/dPOy4CZn5YeAC4IKGD4qpmfmnwL8BR1Bd+uiBetrvR8R+LezvvXXbhwG/AP52y5fmVZrbXQV8ELgyM2e1MnjVfh+4GDgKmBIR41vdJjCevt+b72bm4cDLLeizL819brbM/BcaXn/gHfT9vs8EFrXyj2ODPwTW1cvyFaqTHg/YALeVDdaDjTxvIL5K9YcQ4GiqP07t2FYaddftPwe8DRhV338COK5FffS1zQ96HRtAH+1ct4CNriNb+rzBfA5vzrLOBRZn5iHAt4B96fuzrFXvUfPn2n4MYrvcVNt17c2vRcv+ntUat5nVwPH19L8Arhlk2wCPUW3/dwNvAQ6itfW3jeFr8321/v0EMJrqepMn1P9B7AVMbGFffwjcVd/+GdWGP5Tb3ZiXgf9N9V/J63jlqgatbrP5vdkTWFxP625Bn31p7rMVNvb+PJCZ/9aiPpr9HHggIm6h+jB7sQVtNr82LVsPMvNR4LX1mJIHqF6jTa3TrVjnetv/OdV2f3C93f8pVfhvheb3/uu0fh3ra/1q57rVDoP5HN6cZd2H6g87VHvAfkvf63Cr3qPmbeS3tG677Gv7a34tWv33rHGb+T3g0Yg4DBiRmcsG2XZvu38JfI/qn9Zf0b6/xy1l+Orf/wNeU98O4IWmxx8BPlfvsTiXauNrVX//ySsnnp1Z32+FdrW7MadS7e7+KzZ8/VrZZnPbTwB/VN9u14DuVi1Po429P8+3oa9e+wM/ycy3AGOpDqFsrv62lY2tB+ufFxGxGf1dD3yZ6g9fX6/ZaqD3grbHbEa7G/PH9e/9qA4JXV9v9x8EHmxB+7DhcryD1q9jfb1W7Vy3Gm3pe93Kz+HNWdaHgQPr2x8Bfkrf63C7Ptd2ZvDb5cbahg1fi1b/PWvcZpZSbatfAa4bZLu9/i/VnsbbqMLp9bS2/rYxfPXvVuDEiPgJfa/4lwNvjYg7gfdTJe9W9fcA8Ed129Oo/vNqhS+1qd2NuRX4MHBHfb8V/40MpM35wJ/X/wXt1II+Syn9/kD1wfh/IuKnwAS2bE9hf9vKxt6z/p63Md+kGg/1Y/p+zW4CzoiIy6jGywzWoRHxI6q9XDcDu9f3P0E1NqsVSrz3nVi/em3pe136c7ix3QPqz5ADqMZjtvqzrFHzNrIDg98uN9Z2X7W3+nVs3GZupApJo6gOz7bCz6m2vceo9hJeSHvWg5ZzwL2krU5E/BHVf9BfzMwrOl2PpE2LiNcB3wVuycx5HS6n4wxfkiRJBXnYUZIkqSDDlyRJUkGGL0mSpIIMX5K2CRGxU8Pt8U2PHVlfXzM28xQIkrTZDF+Shr2I2J3qHEDUl1BZFBFjG2bZEfgHqvMR/XtEfLfh5+GIeHP5qiUNV15YW9KwFhETqU5WujoizqQ6i/dS4OSI+GZmLsvMGyPiV8CvgS8CvdfPW0l1Bvt2XZ5K0jbIPV+ShrtJwAyqEzC+Abgf+Fg9bWpEzImIy4G9qU7auq5ThUraNrjnS9Jwtw44hOoM4VOoLnnyZ8BU4EuZ+fWIeBI4OjO/ERGzqUIawElUe74kqWXc8yVpuBsB/AfVRYW/A/xTffs/muZbW/9+XX1tuG78B1VSG/jBImm4ewJYTHVx7WlUYWyXetp/9fNc/0GV1HKGL0nDVkQcDZzLK3u19qh/DqjvnxwRnwGeBvaJiI8BEyLiNqpDlJeWrVjStsBrO0raZkTEPwB3ZuYPm6afTnUo8s+AlzLzt/X0ycAFwMWZuah0vZKGJ/d8SdqWjAFG9TH9G8DVmbmyafpxwL3APe0uTNK2wz1fkiRJBTmYVJIkqSDDlyRJUkGGL0mSpIIMX5IkSQUZviRJkgr6/wHz9V4L6dweAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 720x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#可视化-直方图\n",
    "plt.figure(figsize=(10, 4))                #设置大小\n",
    "plt.rcParams['font.sans-serif']=['SimHei'] #用来正常显示中文标签\n",
    "list([plt.bar(k,v) for k,v in data_cnt[:20]])\n",
    "plt.title('词频(TOP1-20)') #显示标题\n",
    "plt.xlabel('单词')         #显示x轴名称\n",
    "plt.ylabel('词频')         #显示y轴名称\n",
    "plt.legend('可视化')       #显示图例\n",
    "plt.show()                 #显示作图结果"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "文章总词数：1364\n",
      "单词背诵数量：           [100, 200, 300, 400, 500, 600, 700, 800, 900, 1000, 1100, 1200, 1300]\n",
      "对文章总单词数掌握比重： [0.48, 0.6, 0.67, 0.72, 0.77, 0.8, 0.83, 0.86, 0.88, 0.91, 0.93, 0.96, 0.98]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#可视化-学习进度：背诵单词数与文章单词之比趋势线\n",
    "plt.figure(figsize=(10, 4)) \n",
    "def set_scatter_data(s=0,e=100):\n",
    "    x = [i for i in range(s,e)]\n",
    "    y = [sum(data_values[:i])/sum(data_values) for i in range(s,e)]  \n",
    "    plt.scatter(x, y,marker='.')\n",
    "set_scatter_data(s=0,e=100)\n",
    "[set_scatter_data(i*100,(i+1)*100) for i in range(1,11)]\n",
    "\n",
    "plt.title(f'总词数{len(data_cnt)}：背诵单词数与总单词数之比的趋势线') #显示标题\n",
    "# 设置X轴Y轴的步长\n",
    "plt.xticks([x for x in range(1015) if x % 100 == 0])\n",
    "plt.yticks([x/20 for x in range(21) ])\n",
    "#显示网格线\n",
    "# plt.grid(axis=\"y\")       \n",
    "# plt.grid(axis=\"x\")\n",
    "plt.xlabel('词量')         #显示x轴名称\n",
    "plt.ylabel('词量/总词量')         #显示y轴名称\n",
    "plt.legend([i for i in range(100,1014,100)])       #显示图例\n",
    "print(f'文章总词数：{len(data_values)}')\n",
    "print('单词背诵数量：          ',[i for i in range(100,len(data_values),100)])\n",
    "print('对文章总单词数掌握比重：',[round(sum(data_values[:i])/sum(data_values),2) \n",
    "                      for i in range(100,len(data_values),100)])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "**结果摘要(重要)**：\n",
    "如上,根据词频背诵单词的效果，\n",
    "进度100/1364,背诵100个单词认识文章48%的单词，\n",
    "进度200/1364,再背诵100个增加12%,\n",
    "进度300/1364,再背诵100个增加7%,\n",
    "进度400/1364,再背诵100个增加5%,\n",
    "..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 194,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#可视化上面的分析-学习增速\n",
    "yg1 = [round(sum(data_values[:i])/sum(data_values),2) for i in range(100,len(data_values),100)]\n",
    "yg = [0]+[yg1[0]]+[round(yg1[i]-yg1[i-1],2) for i in range(1,len(yg1))]\n",
    "plt.scatter([i*100 for i in range(len(yg))], yg)\n",
    "plt.plot([i*100 for i in range(len(yg))], yg)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 185,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 保存分析后的词频文件\n",
    "data_cnt_s = [f'{i},{data_cnt[i][0]},{data_cnt[i][1]}\\n' for i in range(len(data_cnt))]\n",
    "with open('data_cnt_s.csv','w',encoding='utf-8') as f:\n",
    "    f.write('排序,单词,词频\\n'+''.join(data_cnt_s))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**[至此完结] Andy:2020-07-19 Q597966823**"
   ]
  }
 ],
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